summary:A computationally simple method for generating reduced-order models that minimise the $L_2$ norm of the approximation error while preserving a number of second-order information indices as well as the steady-state value of the step response, is presented. The method exploits the energy-conservation property peculiar to the Routh reduction method and the interpolation property of the $L_2$-optimal approximation. Two examples taken from the relevant literature show that the suggested techniques may lead to approximations that are not worse than those afforded by popular more cumbersome techniques
In this contribution we demonstrate that estimating a low order model (leaving some dynamics unmodel...
In this contribution we demonstrate that estimating a low order model (leaving some dynamics unmodel...
An algorithm for L2-optimal model reduction in frequency domain is outlined. Some significant exampl...
A computationally simple method for generating reduced{order models that minimise the L2 norm of the...
summary:A computationally simple method for generating reduced-order models that minimise the $L_2$ ...
Abstract — The Higher order systems are frequently too arduous to be used in real time applications....
VII. CONCLUSION In this correspondence a new method of reduction based on the Routh stability criter...
Order reduction of linear-time invariant systems employing two methods; one using the advantages of ...
In this paper the Routh Approximation method is explored for getting the reduced order model of a hi...
This paper is concerned with the construction of reduced-order models for high-order linear systems ...
The Routh-stability method is employed to reduce the order of discrete-time system transfer function...
A model reduction method for stable delay systems under L2 optimality is introduced in this paper. T...
In this paper we investigate the connection between model reduction by balanced truncation and by L2...
In this paper we propose new model reduction methods which preserve the polynomial form of a given s...
An algorithm for L2-optimal model reduction in frequency domain is outlined. Some significant exampl...
In this contribution we demonstrate that estimating a low order model (leaving some dynamics unmodel...
In this contribution we demonstrate that estimating a low order model (leaving some dynamics unmodel...
An algorithm for L2-optimal model reduction in frequency domain is outlined. Some significant exampl...
A computationally simple method for generating reduced{order models that minimise the L2 norm of the...
summary:A computationally simple method for generating reduced-order models that minimise the $L_2$ ...
Abstract — The Higher order systems are frequently too arduous to be used in real time applications....
VII. CONCLUSION In this correspondence a new method of reduction based on the Routh stability criter...
Order reduction of linear-time invariant systems employing two methods; one using the advantages of ...
In this paper the Routh Approximation method is explored for getting the reduced order model of a hi...
This paper is concerned with the construction of reduced-order models for high-order linear systems ...
The Routh-stability method is employed to reduce the order of discrete-time system transfer function...
A model reduction method for stable delay systems under L2 optimality is introduced in this paper. T...
In this paper we investigate the connection between model reduction by balanced truncation and by L2...
In this paper we propose new model reduction methods which preserve the polynomial form of a given s...
An algorithm for L2-optimal model reduction in frequency domain is outlined. Some significant exampl...
In this contribution we demonstrate that estimating a low order model (leaving some dynamics unmodel...
In this contribution we demonstrate that estimating a low order model (leaving some dynamics unmodel...
An algorithm for L2-optimal model reduction in frequency domain is outlined. Some significant exampl...